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The value of triangle(f)G^(ɵ)(Cr2O3)=-54...

The value of `triangle_(f)G^(ɵ)(Cr_2O_3)=-540kJmol^-1` and `triangle_(f)G^(ɵ)(Al_2O_3)=-827kJmol^-1`. Is reduction of `Cr_2O_3` possible with Al?

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The two equations are:
`(4)/(3)Al_(s)+O_(2(g))toAl_2O_(3(s)),triangle_(f)G^(ɵ)=-827kJmol^-1` ..(i)
`(4)/(3)Cr_(s)+O_(2(g))to(2)/(3)Cr_2O_3,triangle_(f)G^(ɵ)=-540kJmol^-1` ..(ii)
Subtracting Eq. (ii) from Eq. (i) we get
`(4)/(3)Al_(s)+(2)/(3)Cr_2O_3to(2)/(3)Al_2O_3`
`triangle_(f)G^(ɵ)=-287kJmol^-1`
Since t`triangle_(f)G^(ɵ)` of the combined redox reaction is -ve, hence reduction of `Cr_2O_3` by Al is possible.
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The value of Delta_f G^@ for the formation of Cr_2 O_3 is -540 KJ mol^(-1) and that of Al_2 O_3 is -827 KJ mol^(-1) . Is reduction of Cr_2 O_3 possible with Al ?

The value of Delta _(f) f^(Ө) for formation of Cr_(2) O_(3) is – 540 kJmol−1and that of Al_(2) O_(3) is – 827 kJmol^(−1) . Is the reduction of Cr_(2) O_(3) possible with Al ?

(A) Reduction of Cr_(2)O)(3) with the Aluminium is possible ( R ) DeltaG_((f))^(0) of Cr_(3)O_(3) " is -540kj//mole and" DeltaG_((f))^(0) of Al_(2)O_(3) is -827kj//"mole"

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